{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Queues Overview\n",
    "\n",
    "In this lecture we will get an overview of what a Queue is, in the next lecture we will implement our own Queue class."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "____\n",
    "A **queue** is an ordered collection of items where the addition of new items happens at one end, called the “rear,” and the removal of existing items occurs at the other end, commonly called the “front.” As an element enters the queue it starts at the rear and makes its way toward the front, waiting until that time when it is the next element to be removed.\n",
    "\n",
    "The most recently added item in the queue must wait at the end of the collection. The item that has been in the collection the longest is at the front. This ordering principle is sometimes called **FIFO, first-in first-out**. It is also known as “first-come first-served.”\n",
    "\n",
    "The simplest example of a queue is the typical line that we all participate in from time to time. We wait in a line for a movie, we wait in the check-out line at a grocery store, and we wait in the cafeteria line. The first person in that line is also the first person to get serviced/helped. \n",
    "\n",
    "Let's see a diagram which shows this and compares it to the Stack Data Structure:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAABiYAAAQrCAMAAAFIgNSEAAAAAXNSR0IArs4c6QAAAARnQU1BAACx\njwv8YQUAAAE4UExURQAAAEFwnUl9rEFxnEV3pUJynUJyngAAAEFvmgAAAAAAAD9wmgAAAAAAAD9v\nnwAAAEBymwAAAD9wmz9/nwAAAAAAAD9vnwAAAFiX0AAAAFWSyFmY0gAAAFaTylKNwU6HulKNwz9v\nmgAAAE+IuwAAAD9xm0JynAAAAENzngAAAE2Etj90nwAAAD9vm0p/rk6Ft0p/sEZ5pwAAAD9vmz9x\nnEN0n0d6qQAAAER1oUFxmgAAAAAAAD9vnAAAAEFvmwAAAAAAAEFxnAAAAD9ymT9vnAAAAAAAAEFv\nnAAAAEFxnD9vmgAAAAAAAEFvnFqa0wAAAEFxm0BxnVub1VeVzFOPxViWzgAAAFCKvVSQx0N0n0Jx\nnEFvnEFxmz9wnFGLwEFxmk6GuEuBskFvmkh8qkyCtER2pD9wmz9wnCPP8ZcAAABodFJOUwCf////\n//8I9xAYaIcgEI+PKHgIlzAgn/84//+n/////zBA/69I/kj+t/8YUED/////v/BY//9Y/6/HYFDP\np2jXv3AoYN94t+fPcIDvx//335f//////////ofXgOj/7///5/////j4bCHutwAAAAlwSFlzAAAX\nEQAAFxEByibzPwAAT/VJREFUeNrt3Q1/49S57mFTASYhIYRJJqQTYDDpmZOSUup2miEmnSFsh4Az\nGKZFZw7DgUJh7+//DY7fLdnya/wi2df/BxNblmWt9ax73XqWlqRcDgCAmfB60OaH7BbiWZThq4Y1\nyhkoxWfDC9H+J+WlCIaWov1v/cXeWadI1dZnV+F5+ktxEytFvWnVX5613tb+O85dhqkvRdhbirAU\nedv5k7lSNOiWovkuU7qolyKyPFxiHCYsxUn9n2rr/3LucdgpRZidUnSaUP1FqdxpQ/V/Wksz0KKa\nPEmlYUxaigx4t1IohVIohVIohVIohVIohVIohVIohVIohVJkuRSFLJeiPMtSlJdViuaYa+2fwvaU\nW26O39a2sLe8UpTbA+GFy6m33SpFYamx2L2p78hh7halaAymH87/rECsFG9ltY/6aPzz3Rnkfk87\nC7rvf62/fz1S+Dv1BV+P+EIaOuAg+v5ern/OwsgvLL0Uz/rf/zS0FAlfSGUpgjSWIlyJUvQVI5ul\nyIerUIrGqfjsl6KnTWW1FPFiZLYUMWlkthQxaWS3FNE2leFSRIqR5VJ0i5HtUoSrUIpmopz5UuTD\ncC+9pRhzNlxnIubcS1GYZn7e9oTFnX8pclNMmNzuNPowd9H89kHzXZjr/I30UwspRa5Y+7Fq48cb\nv1+pv3x81L9LvbEodqe+RktxsJDjqLC3FOV8t26bpTiJvs+NW4pWqcuLyfXCeCmuW4PA5W4pjju7\nNE4pamtFS7GgXK8URkux0f7dsKb13OMHue772n+nD/pLUalU2l9uFPMszO3XLjpozObdPco1puwv\n4Mg88iutHQov2o3q4rzju2GttmudfmmysYLFjYGE0+9SmkZyFjo1em6lOA1XoRS9Aszq2GC4EqVY\nYDHmWYpCuAqlyIXFlRgzX9RVM0oxukXVuMx+LBYVjLlnSatRCuf1pitF7cTve0P3epwvLLsY9+vv\nv+7Zp2gwfqq9vxt5/27SF1aMN1ZizsYKzvF7phRKoRRKoRRKoRRKoRRKoRRKoRRKoRRKoRRKoRRK\noRRKoRRKoRRKoRRKoRRjl+KXrJYi92p81gIAAAvjl84zerJbhq8mmDi2zIcqzOzQrF6C3TDjpQhP\nm/HoPgFmP2y/uml/lP5SNP49iz4IJvZUmzAtD7cZoxT9D+WJliDMYiz6HtGTlVKE173tJ3WP6Bla\niqv6fm629rkcKcVmRyVZ6GmvI4/o2Ys8lCfyp5SVVD6VxmdYRSmUQimUQimUQimUQimUQimUQimU\nQimUQilSVYpilktRaA/DTl2Knvs8LqcU4VlzR4rTjmjWhkKvm6XZWl4p2tU5fSk6f4tLK0Uu3MjV\n7hocXp5Me2ai8bUn9XtTnsz95MZq9FGxYvwht2L8tTdCkfdv1t9HnlD0Sv19MOoLS+DDUTdaeif6\n/lEu99qoLyyDYNTtoXr19PaoL2SiFM/SUIpwNUpRXYVS9AYjo6XoKUZWSxF/YFJWSxGXRmZLEWtT\n2S1FtBgZLkVEGhkuRUQaWS5Ft01luhSdYmS7FLVHIISrUIowxaUIJ3hGz2JKMc2Mz7G/UFlYKXKT\nz/sMW+NckWeptB++Uu4+qKdZjuoCS1Her/3zoPugoI1y/fEq7bHJMLEU7YfGdJ/Okyv1lWJ+fdRl\n2FeKyNN52i+LU5SiG4sFHJmHBwmlyPWUItctRW5gKbbPuy3qqLk0XFQpoj8T5uKP5Gk+qKc1gToX\nJpaiUn9GT7ExAv648YynxlNwcmGl8Z3a00FOFpMlhZE9aoze7jQufCg296O2Sw/C3UbTy4+euXuw\ntDGQ0oA9q2RrJGeRT4WZY08brkQpFlmMOZZicU+Fmat3L04acz0CCVeiFPVibGS/FIcLug5rvqU4\nW4lShCtRikVd3ZTx0QOlSF0pXprokTz3RxU7tyQe9kxJeNFbs707GX2y0J+SvrBivBsp3zdZLcSL\nlZg/EyiFUiiFUiiFUiiFUiiFUiiFUiiFUiiFUiiFUiiFUiiFUiiFUiiFUiiFUijF+KxGKT7tluHX\nHAAAAABkhW9//yyR20633q8UK2p3Ej56NpBbbLV+KU+lUEzvI+7SyOBITK+LSADOxGKZodiMVn8r\nLO1FYVjuyKbGTS7+YS764b5Q3DYU8V4pKRT7rbfbvR82/60mbEYo5hOKzgrJocjFRSIUU4dia2QH\nFYaFFrtJoWh/qIOapW2ftl72huI41yecPlWw7RlkFnXTfdywhHa9HofhSX35TdO2a8vz0coPt+tm\n3wlb81ZG4YFQzCLJe1Cv2dPIzQIKYf0BtbnibjT1aK+9F4ZbtbsrtZ8xUL/bQ1igiplf3iy1SE0o\nIBRCAaEQCgiFUEAohAJCIRRCIRRCIRRCAaEQCgiFUEAohAJCIRQQCqFAqkJR6LuSqLjwaXzJFzNt\nn6xbKMrN51s2aqPx4KlaKGpTXhcaisY/V7VZuM3d6Py7hqE4bhW8Ufbi+aKroP3I0+b/jeecFoqN\nPVu/UFy2n/16mLtqqGJJoahetJ9CWwtFLlyzUGBuBAMjcV/lLDwYPybE4V5wR81kVER/b63w3aAV\nnjY//3bQ51+3Yv9w0Ap/GfMX1r47e/bBKOt5qf75V89G3D3h48GfvzfWLwhFqyZHHQXcZgPj/cKq\nsCEUKaE8KmEVikUO7+wKRUp4MlQYQrFgYRwKRUq4GCwMoUiNMIRi4ZwPEIZQpEYYQrEMiknCEIpl\nCaMgFKkVhlAsVxj5UChSwHEYm+kiFON3KU1mme3FYrEKoahX0AJu0T3rCUmV1QtFoVGYjblPmuqG\nImxM1Dpo9fi1H268bt0n8aC9tDmNpXVnxc7CfF84DlctFLncddj8t0apldXWa6lTE5XGvw/a94hu\nfa15UBmOcbP1bhtu/XuZyx00Xl31hGKn8XIzjIeiefPpsK+Hq2QvFE9GhKJR4PCi86pba5FQdJdG\nQnHTeHkZjq+KdqWGESl0X7Z6nvo9SLuhaC9cheHAQaXohqKSK3XL27zzbaUvFO3PI6FoL8zfLhT7\n3VBEdron9CtyviI5FoXo/YW7SWxz5Z0w6WWd7WgoxssD2o26G4rmwqNmKOqcNF5WO6vud7/1YLgo\nMuYViSUpxITffF1pv6p0DTMX9lRow1UasRvRdYyO0izuZZw12560vioLmXe7lqGYdKZ/JTtToDN4\nMLuq937OYl6xoo8kyWaKt5KxyGi2vYrCyOzAx+rFIrtjUCsnjCwPBzYvqT0XihSMzFbDVXp6ZYZD\nEd52uEIoZqeK1YpF5k8dCYUZH0KxlqH456iK+rL++UujavrH2/7C2vDywHpoXnb9j1FNdnAwXzRX\neHt4qEb/wvpwN0jgh8gKXyR8/iK6hacJK3wW+fz1pF/4apJf6OfLpG26icnieXegkt5XOWlxuLfV\nTrqO+yAUQiEUQiEUQiEUEAqhgFAIBYRCKCAUQgGhEAoIhVAIhVAIhVAIBYRCKCAUQgGhEAoIhVBA\nKIQCQiEUEAqhEAqhEAqhSH0oflY7i+WvboAAAAAAAAAAAACQzCcJNz9269vFM+Dk4s9v3HK7pWKx\npHYn4JW53IW4tGoPr5k/38/l0Q/1GBRPK/U/p+r4Vn1TnXem3uh1GF52QqKObx2JZ7eQxFZEHSp5\naZGoRmr/sPn6LNxrR6b1wXktRlfNl+Uw3/qwHOnddkXi1pEIw2r0zUajssNYJB5HDT0MC42/hc77\ndXT7+URiN/rmvD8SG2G42e26eiJx3V4aisStIxE/jOqPRDtWYbjfH4ke+YjEfCPRfHfReBGPxE53\n1X2RmHMkrtrvSgmRCMOD9qoHIjHTSJz0ReI87JIQiQ4nInHbSBz0hqUvEoUWuSRNRD8UiVtFoiuK\n06RIVOJmHIalWCQuZHYzisRppKJbUTlIduzogW4ud9lYfLKmWfmcRjvC3lfdpK3fjFs5+W6YFCaR\nuE0k8i0rrh2kxoYCd9qZc60fuq7/3YvEpxp2ItH80rV8YgbXA0YOgJojH5utI6VWg9+JjWiU4x+G\nazncMbcrM5/UT1HUW31bFrVBjO1c7rjY+ryWU3QG/Nq9VnGn9ba4boewuUVcI+vMXVoi0RlixbIj\nAZEQCYiESEAkRAIiIRIQCZGASIiESIiESIiESEAkRAIiIRIQCZGASIgEREIkIBIiAZEQCZEQCZEQ\nCZGASIgEREIkIBIiAZEQCYiESEAkRAIiIRIQCZGYLBLuo7WcSPTfTG7hkRhwP7tw3SLRV+bFR2Il\ntTlNJErXtUd5FOu3vKw1zie1JbvhEiLRvK1pXR1hpft6LXunMLfTuP1umA+X0TuFHYHWn08Vrm3v\n9KDRDPPNillK71T7t3LQjERujSNxcFL/97r50IJF10EnEg+erHkkDmsxKOW2wlb5w9pTDJYTifr/\n1cdrG4nmffLDsBmTVjgOlxOJXONW2a1I5MMncmzMNRI/q52FMjgSv6ichfLXOTyUGVPx6atJcfj1\nJzWTSWP59c2Oxu6PUFjyBt7prPC3j5N/4a2xf2E9+G5QZ/Z0xBHA31sb+G1Ebzj4IfafjfkL636o\nda/x+YeDDwCaNf0/g1f4tLHCOwM/f3u8X1j7I61nL404KP6gsYGfR1TkV7f+BZEIxkoU7w3+/GH9\n859u/QsiMV493WYDIiESIrG2kdhoPZBRJJZOGO6KREpEEYpEOngyIhQiscD+qSoSWbAKkVgc+aH9\nk0ikxSpEIi1WIRILDsWhSKTdKkRisZwPDIVIpMUqRCItViESabEKkUiLVYhEWqxCJNJiFSKxnFCI\nRDooJoRCJJYkilAk0hKKgkik1CpEYkmcNEJRv6pQJFJgFVG7EIllhkIkRCLDkSgVG8w6ECsViUqt\ngirbi2nBM7ttwllre+HGCkUinHEljT9AMYvQnq9UJAZkremORK9RrEwkctXwwWIiEYabnRqsv7gu\nhZH20BpWCsPj2oty4+1249+NBOGuZiS62ojU0mYzf6okfB7997q+sDR2JMLTXKnx/iK8aKsxsrlK\neFWfZbYbj0T9o92+MxOrG4n4P1dhbyR6/mn+Ww7365oa07EjXxz1MhKJ5sIhP5KhSIRjROKm8fqy\ncUuiehvP90SidV+9WqOOVd3FaCeIaqJTp/XGnxCJzYGRKK1CJJq3oRoRibBzq6jrMCKUTiSqYc+q\n0fBMFIlGJTePQfs10dZPLBIjjvCypIlwnEg0yXdiEo9E2K2QbtWVxjkOTo5EITESnRyhTxNDyFAk\nSgMKk6CJ7tK+SPQd/OZyhXDCY6duJKqJkeiI96CxcH/VIjEoZWgtvanf2LO7xlE0Eh0fOEiKRK7v\nrM3YkQg7p0IbDnUSxis9Xz+W3WgdFaxQJAZYRbPgN40/p92kot1lJ7zsfn4TjtVeu/38YSwS+Ui3\n1nhR6b4My+1XG+E4wyXZOopNvv14kyc9B5vV+t9q4+VOd+lxT9WVI7VUGRaJ3UqD+iYaw4Cnxdbv\n7XRTy63cdnPpZS3fy7ekWbsZcnPhfhgOE1+2IpFoFWe1CuqWMN/J0Wol32zV0mZ9pK241Vh8EYZ7\n7RCW2hVai9XFkgdCMpbZTTy6tIj7Qa9lJHLN8RyRSMFox4TFzs7t+jMXidNwRR8Zk70RwHBFQ5HB\nsdhJrUIk5jYqvpqiyGIkVtMqMnmmaCWtIpvn7FbRKjJ69nQFRZHRSBRWLxRZnVGwelaR2bkdYVgU\niXTMslk1UWQ3Ei2ruBCJpc88q/ZMERCJpc0BrFlFKBKpmI3ZPscvEkvXRGPSgEgsORL5xVzBIhIj\nI1ERidT0ThWRSM31ExWRSEkkGrHYE4k0RCK36Keqi8TKIxIiIRIikblIfDminv7Z2MC7Iyr6pSG/\n8HSsX1gT3hvRIF8aUdHDKvLFqFiP9wtrwj9GVcPLA1e401xh4CNoP8qNCNW4v7AmvPh6RHt8mPz5\n/T+0Pv/8g+QVXm5vIHh2y19YG74I+nkR+fxuwufBD5EVXk9a4f3ICk8TPv9ykl/o58OkrwRv5rBg\nBunskapZLK8NtJZXVM5CeT74eOsNtZOSLOgbtZOmkQGIhEiIhEiIhEiIBERCJCASIgGREAmIhEhA\nJEQCIiESEAmRUDsiIRIiIRIQCZGASIgEREIkIBIiAZEQCYiESEAkRAIiIRIiIRIiIRIiAZEQCYiE\nSEAkRAIiIRIQCZGASIgEREIkIBIiIRIiIRIiIRIQCZGASIgEREIkIBIiAZEQCYiESEAkRAKpiMRb\nameRBAMDcV/lLJaPBkXiD+pm0ar4MSEM94I7agYAAAAAAAAAAAAAAAAAAAAAACBbvPHfwcf/+u7Z\nGDx/71HwiQrDivP00bPJeDv4cHl7exlGuNgQPsye4Nnk/PGz5exrmMC+EGL5knj27D9/W5oirrve\ncN5csimKWL4mnr228B09a7T/B/GFm42F58KI5Wti4Xfz2W+0/gHm8VgcsX6aGCCJng/KvWvV35f7\njKXFVs+Khcj7Qu+W9iJfrMrtaWLpmtiqN8WrpE+Oop+M0MROs0lXCoVKtZmcjKuJ5heLpcLpsSSG\nJlKhiYE2kduINvvhmggT2vlYmjiNu0pjPLik7dBESjUR+2ioJurWUO398HwMTWz0GsPp4L0BTWRH\nExt9m6hElgzTRPwoq72kovHQRDo1kR/32OkgTGRMTfRT1HhoYpmauE44ORHJsU/H0EQ5sWVXp9aE\nE+g0sVRN7N5+LPZoaBIQVVaSJg40FZpI2fmJxtjp8QBJbLffFYdoYndo517/8HKYT2gqNJEyTTQb\n5k3PwuYpuMv4gNCDHiWVx2naPR8eRt8/6BUMaCIVT2pqnmUL890lO2GY5Aud5ts68I+fn4idV9jo\nnAYsRTf1OJ5/t34otjdneW2HJpb/9LLkXDc8GrzOSSl2Hvu8k1kXe4adWgOzXfJJ57Hro03XrRcS\nDJpIxRP9NqqxhnuRO2m+2Os9nGqw0ez+Y/Od4hs46RvB6rT3XmfYiWumoOnQRFqfcrndbqXOoYEm\nemQhmKCJqC4uqoIJmgBoAqAJgCYAmgBoAqAJgCYAmgBoAqAJmgBN0ARogiZAEzQB0ARAEwBNADQB\n0ARAEwBNADQB0ARAEwBNADQB0ARAEwBN0ARogiZAEzQBmqAJgCYAmgBoAqAJgCYAmgBoAqAJgCYA\nmgBoAqAJgCYAmgBoAqAJmgBN3FYT+bBBcdg6xbCw6vUcttDiaCJXCMv1P9dhdc01McHKrTrDamui\n1SjyxXpn2VZAtfa60tHEg1XuRSNlq4a5qzDcqb3aqVfGQXvhZu3Nk4inaJyrrYnHLUk0GsBm801T\nG4+fNDWxEYbb6+ETteZ+VP973OwtquFxc2Gl8WeTT6yBJm4qlYMnsX6v8braPWCqaWK1FRHLJ1o1\ncdpu+I2itxYWGokXTazHsdN+qz2ExUql9TIf0cT1ijeDmE80/my1jppqncMuTaylJs7qUW9FvvHn\nKLyI5tibzcOG9dFEPvY3pondYQMSWAFNtDhpBDu8OKj932gAJ83l1+0cuxzerJMmGqPU9WPKm1yv\nJnJy7JXWBLAWmvjnl2oOq8pL77EJIMY/Xp5CEnfUG1aZFw+/nkQQ94M/qDOsPHe/CMbjxQ8Tb/vD\nL4OxeXMuG8i9Nf4Gvnk/aQNfjb+B4Pv5lAGrwhvBu5Mdlj36ZsYbyD19ZbINvBP0yOKTScch/veL\nWZcBq8Nr706erLzy/iw38OEUA2u/jw4h3JlmZO5/zbQMWKVM5flUg1pvzG4D040133vtlhuIjkLc\nvgxYIaZrT29/M7sNfPGvW56SnHID382wDKCJSIvM7AZmuQugCZqgCZqgCZrICE9CmqAJdLnsXixM\nEzSBBreexU8TNLFqlG5pFTRBE6yCJmiCVdAETbAKmqAJVlHjmCZoAre3CpqgCVZBEzTBKmiCJtaV\n0ymsgiZoglXQBE2wCpqgCVZBEzSBaa2CJmiCVdAETawhhfGtgiZoglXQBE2wCpqgCYxvFTRBE+tm\nFUWaoAlMZBU0QRPrbBUXGzRBE6i2raL2oN/wnCZoArnDhlW0HvZLEzSBtlU0OaQJmsBZGKFKEzSx\nkJGdDqnbvXwYjthDmkiDJnZjQdrPvCa2U7x7lV5NXNJEGjVRaHVX24W9Zpx2aWJxuqCJNGuiNWae\nymOOW2niJryu/fu4XrDrzegHjUXhaa07CMOzdv7bPcQ/DsNCd+WjxsrH+fb7qzC8ivzsdSRjuGmk\nCqWxdEET6ddE85C882bzvBG5vegK2+X2omp40VxUjBx0HcYmMDRuPx+WOwMsG7U3nQ9rG8oP/amZ\naKK+rNsxnyakHqXOvSyjZY/c4bJR4uJBY+WTzqJOQba7X2v80vXB+eh8ppJYXJpIoyb2uw2nEbXi\nSawtlSO5R+ebtReVaKy7fWkYXmyVIw2k0NPqCrnBPzWdJnYqLfajm26+3Km92ugsvY7IdqgmIvtU\nbQ8WJWviuLuBzdrLzdHHUTSxCE1s3E4T9RZQbgc139s+uu1rI9LWkjURdpvNZXthsiYSf+q2407V\n3JB2HhsIHaGJWC7cdqJETWxHv38wzVEoTcxeExuJo96TaiJs/d2ILqz/2YquXBmuiZ2eBlYcrImk\nn5rlsVP0aK3Ya1HjaCJGZaAmyiPHWmliCT5RnnToKEkTxdbyGNvxrn+kJsKkBpKoicSfmrsmtifQ\nRDHC1uBjp3qHFF11myZScey0EU5mFb2aOG112qWeplCKdvdjaqIc+f5JfqAmEn9q7pq4nEAT/SlO\nMbJqRxPHtx60o4n55NhPJrKKhHGn67a2+lauDjx2OkjSxE3fBraTNLExs/HfsTURbdIXMU1cRBp9\nc+l50u6ddRfmY4lViSbSOO6Un8Qq4poodo+Oktp0/aT3g8gXw26r6g7Ftl7vxrKESAu9jAisMFg+\nU2rirNDmcIgmcu0rGTabU/JamngQNrP9jdjSSKXk9sIn3Q0cdc81RJKx1rmOwk1IEykai53AKupN\nu9GEKq0ZzPmoKRx1Th5cdRLnRksvJjaF2NLDSGpQai88acm1PpBb7SS6ST9123GniOASNNGd01KK\n2Vx76VW9sR9Eu4re6S+l1vub2E9sRtYs00Sazk+MbxXb0VZ0Ef/sOvJRvnNauMl59ExE7qS7gcjS\n08j3D6J71pwoXY4M/iT91ALPfh/k0gFNzPOc3ZPkCfoznrmTWwVoYl3OY+fDic9V0ARNrPjcjov5\nWsXKaOImYdI2TazofKf5WkVpVqNFoIkFzgE8n3tWAZrI2LzYuWcVoInMzRVnFTRBE6yCJmiCVdAE\nTUxW1ayCJmiilyKroAma6IFV0ARNJFlFQbujCZqIW0Wo4dEETbAKmqAJVkETNDE2J12ryKdnPiho\nYnma6FjFBcugCZpocZzmZzTQBE0sQRPRR4PsaYc0sfaauEj5w3xogiYWqomzvjtWbmiINLHuPtHz\nAKlzDZEm5BNxXWiINEETcV2YLEsTNBHXhbmyNEETPbrQEmmCJkATNAGaoAnQxDQb+Oa7qTbwamcD\nL/5JE1i6Jn5+a3Yb+NPLt2yQf/ptqg18/PrsyoC1F8X9X2a5gS//OI0k7nQ38Mk0G/hxpmXASvHX\njyZuj3+Y7QbuBvcm3MCf44ctH068gWfBn2ZbBqwWnwav/jhmS7j3a/DTndlvIPci+HjctOL+o+Cr\n/g18GXw07gbe/jn4ZQ6VAGAqVw7uj+9FvwZvqjGsePI28Rjb35+qNawuH06Tyt8z4osVdomphnw/\neEnNgSacGgRN0ARogiYAmgBoAqAJgCYAmgBoAqAJgCYAmgBoAqAJgCYAmgBoAqAJgCZoAjRBE6AJ\nmgBN0ARAEwBNADQB0ARAEwBNADQB0ARAEwBNADQB0ARAEwBNADRBE6AJmgBN0ARogiYAmgBoAqAJ\ngCYAmgBoAqAJgCYAmgBoAqAJgCYAmgBoAqAJgCZoAjRBE6AJmgBN0ARAEwBNADQB0ARAEwBNADQB\n0ARAEwBNADQB0ARAEwBNADRBE6AJmgBNDOefX6o5rCovvccmgBj/eHkKSdxRb1hlXjz8ehJB3A/+\noM6w8tz9IhiPFz+oLAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKwyd3/4bJwH\nefz02VvqCuvA98Gr/34+ztOe3n7+axDcVWFYce4E/5nkKWhvB0+XvMOFynGxuFMpCB3mJYnfT/iw\nzL/8sry93TwJI1wJH+bAxJJ49uy3b5e1s9dhD2cCiFnz5kfZedL447CfGyHErG1iCkk8++CLZezq\nQVsGx5VCZetJ611VDDFTPn84jSaWYhRHTQ2UOgsOOQXmwLc/ZkUTmwmucN5YdimMmCFfvpMVTTRN\noWdhOWkhsPB0YhmaeJzc+htL98QRa6iJAUdJp4wCa6qJ/KC231i+GzmWquajH9+EYTn+havWeNX5\nbnTpWa/d7PWd/Ng/d6aQJlKkieN6YzxI+KAxQHsUVUh0zkehV0l7kVMb1Y2exKRXa+W+FL/FloZD\nE0vXRKMp5hM+2IgZyChN9Jzw2x9bE4+dKaSJNGpi9CcjNNFs0MVS4fS4+XJzTE3sNFevFAqVauPV\ntaZDE6ugicZsqePWm8vYF4drYiMmIBOtaCIFmtiuN8OLW2riNJ4KXEbPig/XRJhgN9oOTSxVE4VB\nKXar8x9LE73nwaNNe6gm9mNjWy2F7ms8NLFMTZQGj/Y0WvP2GJrYiCUQbd8YRxPV3kkljbFcjYcm\nlqmJSiPDTfyoGNXBME3s9B3xRLr7oZqITz2sceHgiSZSrImxfaJ/uCiy0WGa2OhTQIUmaCIVx04H\ngzWRG1MTB32aOBitias+BZRogiZSkWMf3W7cKUykOFoTB8nf1HhoYuljsdV5aOJktCbOaYImVvOc\nXXLLHiPHLid+0TWvNJFSTWz2nVwbmk8UekjMSpJ8oveLu9oOTaRAE0mnyY5j11XU35yOnWMPytR7\nNHHkSIkmUqiJ80g+3C+WfPRdaYgmLqbRhJFXmkijJjYHHDz1XGfXezFeXz4xaPvFIZrYNZWDJlJ7\n7elx8uLT2NvopIvLSFM/GaaJg1HnsY+1FZpImSZ2wp6JeJEhoYGp+GH0/YNh971p+M2D7vtqryYc\nPNFESu9lk+8/4oke1lRj8/x2w76B2nDY5qs9Wmtr4vHQ9Bw0sSRN7PddCt28b0HsqKYUbfePe06u\n7fSL4iyWnXdcpPXF+PUTsVmAG25UQBPLvzdm+y7755uxFh8muEl9SuBmtW+FMH5DnMJ1pPc/7p7V\nbmjnJqqJQvN6046A9hxL0UQqbiw+YN5RGLn9RnPctEs+6Xrs+qhu+6b9B/2fNcVRil2P3ZneUS2a\n2kETKbrZ/tkAUVz1Zd2ddjv8vh3RA6LYzWr2cnFNtG9SYLoTTaTsARS9TfN0o98qjjqfHuT6NNG7\ngeg8kM2Y85R67+9UTZo6CJpYtiZqiXW7VVe3oj3/dWRAai+SjD+uPfkuvoHD9tHPSd8D8QqNI6rr\n5gVKtWfm9Yz8tu8gWK5oNzSRIk300T7Ur+ZFEzTR7PhbongimqCJFseyXtBED0W3qwRN9HAZeoY8\naAKgCYAmAJoAaAKgCYAmAJoAaAKgCYAmaAI0QROgCZoATdAEQBMATQA0AdAEQBMATQA0AdAEQBMA\nTQA0AdAEQBMATQA0QROgCZoATdAEaIImAJoAaAKgCYAmAJoAaAKgCYAmAJoAaAKgCYAmAJoAaAKg\nCYAmaAI0QROgCZoATdAEQBMATQA0AdAEQBMATQA0AdAEQBMATQA0AdAEQBMATQA0QROgCZoATdAE\naIImAJoAaAKgCYAmAJoAaAKgCYAmAJoAaAKgCYAmAJoAaAKgCYAmaAI0QROgCZoATdAEQBMATQA0\nAdAEQBMATQA0AdAEsPaaCEORwPpo4iZscLjemjhr1kL4RJOjiVyrMYTFtdbEwRi1EO1HtMzV1kT9\n380wzK+3JiqOJWkiHt9qWKIJmqCJSHyfhJf1P6X6AcRF66Ot2uvrjc46N+HZOmhis1YT1UaJN8q1\nCrjZbC88qr3bbVRVg12tc8U10Tx2qrWFm4uwYx0N2uvchOW18IntsNIs9lXt37oqrroLw3A/l7tu\nvtrWOldaE9s34UnDCrabYnhc+/ckvGm8aa3zZJUlEddEK7dqCKA+ItVaWPuzE1YdO63NuNOTSIp9\nFh51nKOtm5OVlkRn3Gm30fwbh0sX4V7jo3K9NrY7dkoT66CJSqVSrDWHy86iQn1IMh8JfBhurbYk\nOpo4rDf/ciyR3q2/iC+kibXIJwqtv0ftYfrdmCbCYcNSq3bsFNdEjibWVBO1v6e53GntIGqnctCv\nidr5iw2aoIn10sR1vVU03zSOnXIxTeQqq90Ohmhiv/6eJtbTJw5zG4M1UdPM9XppotpadF3PtGhi\nDTVx0T0RkWtO+7loiqCzOAx31koTm81TEO2x2KgmrhuD1VhdTbRonbM7Og9vmlPhwvg5u41VPk2V\noIl6NxE+aZ6m69HEab1eClrnqmqi2Gj4161pGyeN87bNE3i5+knccr7TEi5X+JBhr3G2uuUPT1qv\nzrqzx9sLW1WwFQ6dM4lsawLIFt98N5UmXlVzWFVeepdPAFH+9DJNALdPKO6/UHFYWb784zQ2cUfF\nYYWN4t7EkviITWCVuTuxKP4sm8Bq83nwwUSSePkndYZV50Xw8binKe4/Cr5SYVgDXn8ajMdn70+8\n7beCsfnm/bls4MMvx9/Cm7fdwIu7cykDVkhtwUfjH5a980r/iNatN5D7a3B//C38mqCKXybZwPP/\n9drsKwErxNNXJsvf3wnen/EG3ggmPFX/6JveDbw32Qb+FdydcRmwQnz726TjvF/HO8lbbyAXTDyj\n6+9P4xt4Z9IN3AtmWwlYIT6c4iz574NZbiD32hQTul6JdtP/773JN/B8tmXACvE/70zeHJ49+nSG\nG5imQcb6+ak28OyVP8ywDFglpmpP916b4QZePJ9qiuMbt9zA27MsA1aIr36+5aTbW29gymumPnjp\nlhuYaRmwQnzxr1s2h1tvYMom/fY3s9PE7cuAFeKne1M1h4ez28Dtm/SUG5hlGbDu6cQMGmSQpl1w\nxTtogiZAEzQBmqAJ0ARNgCZoAr3shwc0QRPocnTr59HSBE2sFu2bftMETaDJRl0TVZqgCXS4rIvi\ngCZoAh2ehLdLKWiCJqQUNEETK07+dikFTdDE6lG6VUpBEzQhpaAJmpBS0ARNSClogiakFNOmFDRB\nEyucUhzSBE3g9ikFTdCElIImaGKNUopjmqAJ3DaloAmakFLQBE1IKWiCJtaU02lSCpqgiVXmfIqU\ngiZoQkpBEzQhpaAJmpBS0ARNYNqUgiZoQkpBEzQhpaAJmpBSHNMETWDKlIImaEJKQRM0IaWgCZqQ\nUoyfUtAETUgpaIImpBQ0QRPIjZ1S0ARNrAmFcVMKmqCJdaE4ZkpBEzQhpaAJmiAKmqAJdFKKIk3Q\nBOIpRYEmaAITHT3RBE0QBU3QhJSCJmgC46cUNEET63z0tBvSBE0gIoq9kCZoArnDTkpxE9IETaDG\ncTOl2A2Tn6JNEzSxflTrYthrSCLcogmaQCulaFKmCZpAK6VoQRM0gcZ4E03QBLrchDRBEwsd1ilG\neJC+/dsNY5zSRCo1sd1qQSeVUuYlcR5rcTepPm5KvESbJlKhieFByhblWGGepPq4KfHgiSbSp4kw\nrGRdEynevY0bmsiKJhqTDQqn5XT2rqujiX5V0ESqNVFna6yLhmliZqrYpYm0ayK3UQ/UA5pYlCq2\naCL1mshth1loVpNo4qzRG29cNOYZRT/IF9ujChftIaqrMLyKVMx1ZCuNhlztDs1VIze7PI5dKXTU\nHK3Ij6OKMk2kXxON4cz9zrvLZuRid7DbqS+63s7lHofhRttdytF22W0Om83R0W5bLEa2fhj75aSf\nmoUmDsKwlDvpP4Dfai96kOssL0cKsh1Ze6Pbs+e71RatwoNIAccYw+uogiYyoIn6I0QuWq8fJAz1\nb7cXndTD3+weCz0NpNNpXnc2UOp+2hnZqkS+9mAmZxUGaaLcn9VWIkNtozTRKPP1wXl0AwM00fil\n4kGrhkargiYyoIlcN1JX9ZcXW+Vo8La7Tel6pCYaqxVPoqdsB2gi6admp4m2zG+64mw8PWizte+j\nNNFZYbd7f/BkTdSL1Dz6epJ4fUSfKmgiC5o4b0dqo3O8WztICo+6zaOeGOab3dxQTZQ7h2HVzgrJ\nmkj8qSk1UWkT1cRV59erXQfbjih3mCaOu8XbbClpkCYi8zWqo2+vX1PFKU1kQBNX7WhHUsDL9rIH\n3SZbHKWJzfjR98EQTST91K3PY0c0Ucn1tu5oqUdpIpphVdvfS9TETmTp5jgF2TigiflrYj88uJ0m\nSq1Y5nuifhrv8OujNcM1cdNNTLotPVETiT81S020P9+NHgRt9Lf+RE1Ek+3u1hI1UXtxGV26PWkB\naGIOmjgaeRg7ShPtBr7TE/Vi6+9Rf+tP1kS02eWGaiLxp2aZT/TtxlZ04QhNxDZQGqWJzejSEk2k\nQBOTJ6mDfKIaHTgpthb2Bn2IJmKd/3BNJP7UXDVRnEAT5cRJSoM0cbvJYzQxB01sTPI05kRNVLrN\nv68pbPe28yGaKPR+f3ugJkZOF525JsoTaCKcXhOPaSIN+UTj1NfBLTRRHqKJwgSaKPV+P59dTVSj\nlyptD9VEdM2tHE2kYtzpSThZSjHo/ER9LCgS35P8FJqINpBSbpgm+n5qvpq4mPDYKbHaEjWxcatB\nQJqYz1jshD1twnnsndby4/5BrcmOnRJ/LVETs7mYaWxN7CVrIppmdJYeT6SJU5pIoSbyk6UUPZoo\nRhrqTdLKG/2a2E7SxMagpnSQpImbxWriQbQgXaVH1+0sHSju/SRNHNBEGs/ZlSZKKeKaqJ9puu5v\nS5GVj8bURC7xvvKR2VTdIdiDWc3FHVsT0YLku7561l03sjRxUDVSkGKnus9vWxCamNd57IlSiv7r\nJzb6T2v1n/Jtnr8r5HrPVVWjmujv/SMH8odh4hm0hWkiMq+k/TrfOYrbiM/46G/p3clKJ2FsbscR\nTaRybsckKUVUE5XoAGLSNra6n9+EMU2EfUtPky5PetxZWAjDhBZ6e00UOgzTRP3IqHHwsxP2zHZt\nNOpK39Kz1hnNm9bCB62htI3GDWDbmihGZqnsTXEZL03MTROTpBT1g4B6CzprtYPOtQ6HYXd2Qina\neivdsw+FbldZbbW0amdptdtr1q6juIq3r2K01SX+1G3ndiQdmHVfX0QuAO0u3e8ujeRDD5IGirsL\nTirdQ9VqOPR+sDSxvDmAE6QUPacGutcTNe8L39MUImfiznpnhTcvlCgnLe0ON+1EtthtYMczOT0R\nuaBnpCY694K6iaVDpe5VHD3z+foaenvBVa6SeE1RrC5pYvnzYhspxeHEmoiPJJ5GPjnoaTS1fCWi\niXx76WGunHhNUXeKbPuSt4tYq0v6qSmoRGke7uwXi93TybWTH93hhHodlfd7z87XZ4xd15Oxo2Jk\ngHi/udvH0VGDs2pr4nzttnGR5n/Z8IrryjRnWWhijpoYP6XIt5tQ0sMHHzQPMfaiCfteO+mIDSxd\ntq+mOy0Wu60h37SFi+i4zWZ9m+cbjRa6NfynFsN2ei5Bp4l5aiI/8cSniRn1EM+sQBPrck1Rae73\nuqQJmsiWJiZIKWiCJtZDE7lwzvdqogmayJom5p1S0ARNZE0TzQHOY5oYo++giTXRRPO81OEcNbGd\nA01kShNzTylAE1nTxALOUoAmMqWJeacUoInMaWLOKQVoInuakFLQBE1IKWiCJqQUNEETE91XXEpB\nEzQhpaAJmpBS0ARNTIKUgiZoQkpBEzQhpaAJmphYFFIKmqCJLgUpBU3QRJyilIImaEJKQRM0QRQ0\nQROTphRFDY8maCKeUhS0PJqgCUdPNEETREETNCGloAmakFLQBE3MQBPxo6ddx1E0QRNRUezJLWiC\nJlrPU2ykFDfybZqgiTrHzZRiN5zkKdqgiRXWRPN5tXvN5yluaYc0QROxR52WtUOaoIlWSnHbZ1GD\nJlZIE3s0QRM0EeUmpAmaoIkuu2GMUw2RJtZcE3txSbhEmybWXRM3YS8aIk2styY2bmiCJmhiuCo0\nRJow7hRXhdkdNEETcVWY3UETNBFXhdkdNEETParQEmmCJuKq0BJpgibiqtASaYIm4qowu4MmaCKu\nigNNkSZoAjRBE6AJmgBN0ARogiZAEzRBEzRBEzSxRnzz3VTN4dXZbWBpTfqVGZYBK8RL796yQd56\nA1M26X9+OTtR3b4MWCH+9PItm8OtNzBlk/75rdlp4vZlwNonFPdfzHADL713ywb50r+n2oWnMywD\nVokv/zhNg7wzww1M1SLv/3JbXc+2DFgpo7g3cWv46MVMN/CPl2/ZIL//bfIN/O7pTMuAVeLuxO3h\nz8FsN5D760cTS+IPsQ388p9JN/DHWZcBq8TnwQcTtYaXf5r1BnIvHn490YFTjyRqBz//e6INPPtt\n9mXASvEi+HjcEfr7j4Kv5rCBT4NXfxxzA/d+DX7qP5L/w/gbePbuw+D1OZQBq8XrT4Px+Oz9OW3g\n7hdjbuDFD8kb+PCTYNxd+HxOZRiLt4Kx+eZ9LROr3/kEE+RO77xibAurztNXJsvk3wlYBVaabyce\nNP6aU2CV+XCKk4u/N+aLFeZ/3pnidPmjT1UcVpap5qDce03FYVX56mfTb4EoX/yLJoAoP92bShMP\n1RykE3wCNEEToAmaAGgCoAmAJgCaAGgCoAmAJgCaAGgCoAmAJgCaAGgCoAmAJgCaoAnQBE2AJmgC\nNEETAE0ANAHQBEATAE0ANAHQBEATAE0ANAHQBEATAE0ANAHQBE2AJmgCNEEToAmaAGgCoAmAJgCa\nAGgCoAmAJgCaAGgCoAmAJgCaAGgCoAmAJgCaoAnQBE2AJmgCNEETAE0ANAHQBEATAE0ANAHQBEAT\nAE0ANAHQBEATAE0ANAHQBE2AJmgCNEEToAmaAGgCoAmAJgCaAGgCoAmAJgCaAGgCoAmAJgCaAGgC\noAmAJgCaoAnQBE2AJmgCNEETAE0ANAHQBEATAE0ANAHQBEATAE0ANAHQBEATAE0ANAHQBE2AJmgC\nNEEToAmaAGgCoAmAJgCaAGgCoAmAJgCaAGgCoAmAJgCaAGgCoAmAJtQcaIImQBM0AZqgCYAmAJoA\naAKgCYAmAJoAaAKgCYAmAJoAaAKgCYAmAJoAaAKgCZrAqvPNd1Np4lU1h1XlpXf5BBDlTy/TBHD7\nhOL+CxWHleXLP05jE3dUHFbYKO5NLImP2ARWmbsTi+LPsgmsNp8HH0wkiZd/UmdYdV4EH497muL+\no+ArFYY14PWnwXh89r7KAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA\nAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALDWfPjWl8Ec+ObN99UtAGSd1/8aBB/dfzYH\n3vn1lSB4844qBoDM8sbT4JV3n82Rdx4F36xtTrFxdnAd9lA9Km1qdwCywrfBb989mzNf/z14un4Z\nRb5SDYdwc5nX+gCkng9fC959tgB+/0qwXglF4SIcg4ttTRBAul3if4J3ni2Ee4+CT9enXivhuNwU\ntEIAKeZF8PzZgrgXvPbGelRq/qjnTMRp7OPdnXLcKc60QwBp5avg52cL44PgpbWo1LOoBZwMOFd9\nFT1tUdQSAaSUL4J/Lc4m3g6+WYc6jaQS1f1hOUfk5EV1V1sEkEp+Cu4tziaePQxWv0bzkdmvj0es\nu3/TXXdfYwSQRoJggS7xLFgDm+imCNf5SdaumhwLgE2sgU3sdfr98lj9/kl3amzCp9uFQuFw6PcP\na2uMnFO7WarsFIs318XiTmXUdX1L+EkAbGJ9bOKyO891zOygO+502fvRk/Yng7rt/fYKTwZufr+Y\nNAn3ZFA3v4SfBMAm1skmuicmTsf8Rikc2PF2ps0OurKi0Mlckj8/vRl8uUY5sdtewk8CYBNrZBOn\nnS7xeOzvdE9PPJhtn7016rq+/ZnbxDQ/CYBNrJFNnEycTESv1z6eZZ/9INI5X0VODpxFLu07mq1N\nTPeTANjE+tjEdnfe0vhf2g8H9by36bO7F29Uhoxz9U3GWsJPAmAT62MTh1NdVt091J5dn91Ja84T\nv1gc9PESfhIAm1gfm+jepeNggm91h2S2Z9Vn77Q/2BnwzeP2CltL/0kAbGJ9bOJqyLDLYM7DAX3z\n1H322egT6dXk0bEl/CQANrE+NlGZyiaKM88mLgZsMELnMsDSsn8SAJtYH5t4HI4aeRk+6JSfjU0U\nxjhDcpU8BLSEnwTAJtbHJk6nOjfRnQSUm41NdA7bi5WBHCcPEi3hJwGwifWxif2hN2ia+EvT9tnF\ncAKKy/5JAGxifWxio9sVjn+3u+55760Z2UR5kj57Z9k/CYBNrNFV2MdjP2qiy8VAa1lAn319tvSf\nBMAm1vKeTuVxv1IafBuoW48A7U1cgCX8JAA2sU53iL2ZdEpsvvtI7MOBfXZpsj77oHPz7ultYnE/\nCYBNrOfzJsZ8aunFkBH74pR9dimc+kK2JfwkADaxVk+vO57MJy6G3Xn8eNRIzqBr3W6mvpBtCT8J\ngE2slU3kuw8m6nt+RB+7N0PPZVyNeBLewDMhnavBq5M+XnQJPwmATayVTeR2uycbwicbQx3lIrJm\nUq+8O/RqvYjH9JlMZ8vXE3baS/hJAGxivWwiOpBU6/4HPVM69yD6NNDL5HVOBg9Jxb7e12dHcpoJ\nB4GW8JMA2MSa2UTPoz7Ll313w9vdil1ncD0o6diIZCbRCzE2D3qfMt33zcgPVJI3XzhIurxjCT8J\ngE2sm03k8scJl5VdFGs8SbrgrHo5aEOb1dhNLiqlwuOdYnfZyePBZzYqsV84vtzteFShclIdPLS0\nhJ8EwCbWzSZ6u8zRPNkdYDgXg79zkO/MQ006Ab5xPMbv7qXiJwGwifWziVp3e3UzosO8iHXI58kT\naLeT74Nx3ZhGVRp+zXepOmIPjtPykwDYxPrZRKPDvTxJ7ixv9hp3w8gfxZdeJk5DfdDbbZ+0p9o+\naCcjA/dgc2dAv31yuT1kx5fwkwDYxBraRKfnLBTOmg9duCz0JA2nPTnHdSV5Qulh4bLx9d2pdqD9\n+1eFwuHYX1rCTwJgE+gfndrqPey+VCkA2ARiThEbp7lRIwDYBHp4EDmhrTYAsAkksH/kKaAA2AQA\ngE2wCQBgE2wCANgEmwAANsEmAABsAgDAJgAAbAIAwCYAAGwCAMAm2AQAsAk2AQBsgk0AAJtgEwAA\nNgEAYBMAADYBAGATAAA2AQBgEwAANsEmAIBNsAkAYBNsAgDYBJsAALAJAACbAACwCQAAmwAAsAkA\nAJtgEwDAJtgEALAJNgEAbIJNAADYBACATQAA2AQAgE0AANgEAIBNAADYBJsAADbBJgCATbAJAGAT\nbAIAwCYAAGwCAMAmAABsAgDAJgAAbIJNAACbYBMAwCbYBACwCTYBAGyCTQAA2AQAgE0AANgEAIBN\nAADYBACATbAJAGATbAIA2ASbAAA2wSYAAGwCAMAmAABsAgDAJgAAbAIAwCYAAGyCTQAAm2ATAMAm\n2AQAsAk2AQBgEwAANgEAYBMAADYBAGATAAA2wSYAgE2wCQBgE2wCANgEmwAAsAkAAJsAALAJAACb\nAACwCQAAmwAAsAk2AQBsgk0AAJtgEwDAJtgEAIBNAADYBACATQAA2AQAgE0AANhEBmzislgsbmsR\nALByNrF7VWlyWSjkp99MMQzDghaRcU4rMQQUYBO5XCGMc7zJJtaWg57GUFYlAJto2ESrNzisVOt9\nwyWbWGebqMxn0wWuAzaxAjZRH3So+8Q+m2ATbAJgE8nyvejpKPKFy0qlVNjo/+LhWaVytj/AJgqF\nXa1jZWxis9CI8+ZV7GzFfq0BVEqHSWvmNku1z/bZBLCKNlEfdjprf3QdHac+iHxp9zwyfr3faxP7\n9Y2UNzWPFbGJ7cbSvWa4TxqLSjeRllEtxdfsfnjzoHmsET/jIekEm8iwTWzWjWErovnjpmU8KNde\nX7c7/t26DVQva/awfVbPPuI2sV1ft2xu7GrZRP244MnjwtVJ/czVfsMCLg/ryeZOwyg2u2vWw188\nrTWso8aMiObyQuGy3oIKdeSZYBMZtIlqsU7zUG8reVLsTtc/Gp3EabcTOYzaRP6cSWTbJg4KHba7\nnX+t68/Hmkw3xGfd81nNNR+3PshXI28MOoFNrMyE2PCmMGi1YvPleeJsqKZNHDCJrNtE//BQo/M/\n66y00TvN4aqeKHTWvO5+UIqMVbIJsIkVGXTaqfZPdTos1C66OujYRKPT2E60iZO6yzCJlckmDiND\nSXFXKEa/tdFxlJ41I8cWbAJsYmVOYee2Ii5wVo4dWxa76Ucu0SYe1BON6r52kWWbSD43UR62UplN\nAOtkE41ZKVeNT+qZxfFhr+Lzg7OJQtNDjjWMVbaJx535Tu0ctHPgwCaAdbCJhuZL7WPE/QTFn0dO\nTPbaRPOvKY+rbBO7vccJlx3fYBPAGthEY0rsRccvNqJjUS3Fn8ZnOh1uxWyimVAUtY2VtYnGrLdy\n94LL+onq6/wom2gkoa6lAZvIqk0057MXHleak2JPmpo/6VwftVsMo31/wyeqlcP6dRNP+q6byOWO\n4z6CFbOJXKVxWWV97lO+0Ljq7iJ5zahNNJLQ+iy63asNFQ02kSmb2O+dD9sdTzqLnL3ePIimCFeR\nLzzpuwo7d1g/q3Ge1z5W1CZyG+dhfwsYYRO5c1dhg02s4mOJ9usPIGgkBvlC/MZO+/XHVFx2r6jN\nxy6v3XWxbSbpTIKN+0Qh4aZe24/rT6R4vD1szd34I0z2C7VvPFDLWDeb+HqBNvGqh5wCQLb4LHi+\nOJe4F/yixgEgU3wf/HtxNvFu8IUaB4BMceen4LuF2cTD4K4aB4Bs8WnwaFFnJ/4SfKW+ASBrvB+8\nspB84uuXuQQAZJE3XgS/m79L/Dn46XN1DQCZ5E9/Df4y14zi64+C4L/UMwBkN6P4Igh++3E+HvH8\nP0HwQiYBAFnn9S+DBo+CGfHwYePPNz+8Mf+dv/v6D5989sus9vynzz774a33s7YHKdiFD+t78M2s\n9iD45bMvfvjq88zFAUDaMqHv/zsIXv343/96PrOBs7efP3/v17pdfnI3G3uQgl2488Nfa3vwUW0P\n/jmzRPS758///XP9YOPbDzMSBwCp4863QfCf38/rnMrbPwfB0zfSvgdp2IXv57kHz97+uNZPpz8O\nAFJoEk+DR79/Nlfe/kvwy4dp3oM07MInwcP7c54p98+Xg2/eSHUlAEghXwWvzLlraHQPvwXfpncP\nUrALfwuCfy3gwpvvHgZvpjgOAFLIm8FHi7l8/I/BZ2ndg1RUwu+eLWoXPkltHACkkO8X1Tc8e/ZB\n8j0Ll78HKdiFH4KPF3ZTsPdSGwcAKeTz4OHi7m37n+BvadyDFOzC3eDh14vchU9TGQcAaeTb4MfF\ndQ7vJA02LH8PUlEJ/2dxe/Ds9ymNA4A08mXwzgL7p+C1NO7B2lVCWuMAII0s/yneKXiO+LpVQlrj\nAIBNsAk2wSYANsEm2ASbANgEm2ATbAJgE2yCTbAJgE3ontgEmwDSy8bRkzybYBNsAkAij6thjRKb\nYBNsAkAf+YuwxTITCjbBJtgEkFqO2z6xxISCTbAJNgGkl8Pq0hMKNsEm2AQgoWATbIJNAFlld8kJ\nBZtgE2wCSDkHS00o2ASbYBOAhIJNsAk2AUgo2ASbYBOAhIJNsAk2AUgo2ASbYBMAUpJQsAk2wSaA\n7CUUl2yCTbAJAEMSivIGm2ATbAJAChIKNsEm2AQgoWATbIJNABIKNsEm2AQgoWATbIJNAFhkQsEm\n2ASbALLH9s3CEgo2wSbYBJBFdhaVULAJNsEmAAkFm2ATbAKQULAJNsEmAAkFm2ATbALAIhMKNsEm\n2AQgoWATbIJNABIKNsEm2AQgoWATbIJNAFhkQsEm2ASbACQUbIJNsAlAQsEm2ASbACQUM08o2ASb\nYBOAhIJNsAk2Aaw+m9fzSCjYBJtgE8DKUJlDQsEm2ASbACQUbIJNsAlAQsEm2ASbADDzhIJNsAk2\nAUgo2ASbYBPAWiYU15tsgk2wCQBDEooKm2ATbALAHBMKNsEm2AQgoWATbIJNABIKNsEm2ASAmScU\nbIJNsAlgPROKfIVNsAk2AUgoBiQUZ7Ubjx+yCTbBJoB1Z6OckFDsXjSW7LEJNsEmAFz2JBT5vfb7\nKptgE2wCQDyhOOs85a7GKZtgE2wCQDShiHPMJtgEmwAQSyjibLAJNsEmANQ5SLSJSzbBJtgEgPbM\npn7O2QSbYBPAutOd2ZTALptgE2wC2eZqSBd3oXpGE5vZ1M8Wm2ATbGJsniSqqHxQ2tbVLJHykC6u\nqnqmHWzqNnA2wSbYxLgUhmnpeF+Pk0KbeKx6ho82VW7CkRyyCTbBJmZhE3Wn2NDtLNEmpHRTsjHK\nKvbYBJtgE5PZRLEnab/q3GJzFo8VBptIm1VU2QSbYBO3somGVZTHP90HNpE1qzhlE2yCTdzWJmoS\nuzC1JmM2sVuqHO9VKoXha22eVuqrnc0+TyxcVnaKW5XLQpo2mmwVx2yCTbCJ29tELvd4uKQ2H1Qq\nR8eVytmIWej7jytbxZGd1xSMuwPL3+i8bKJ5kXGp/rIU6wxvSslfOIxPbTupW0Wp8fKg//f75wNt\nh/3rNjntnTNXfpBcqBlvdGqr2GATbIJNzMAmcqctSe30y67ao7qj5GPTq9h61av6smLjdaF/N/qf\nK9Z6vEwhN8UOzGWjKbWJ7fJYZ2n3EidO3d4mtpPnVZ/kc3Pf6NRWcckm2ASbmIVN5LYSD71KycO9\nfQewSZ1XeXsGNjHWDsxlo6m0iUpr9WKlUCjtdS4aeJJPDHbNrQ8KhxuFy2I7JLe0iXz7F09aVbp/\n2bbbq7lvdGqrOGcTbIJNzMQm8tX+dKLd21QrzV4sXzhOnhV13LGGy8L27oOt1vSpm/ItbWLMHZjL\nRlNpE81etmsKhVbUTuKJXTsaXc+P3tBiapvYb/7aTaw+863aO5r3Rqe3il02wSbYxCxsIrfTt8JB\n0hUV+y0L2E84HIxYzG5kHGFqmxh3B+ay0cXaxMjLhw+Sr7nbbS2NjuQ/SL6wrHRbm9gccHC+03fo\nP5eNTm8VW2yCTayGTWwcPckv1SZavch1r1B75xPmmz1qtdvNHrWmScX3P39yW5sYewfmstFl20SY\naBMHA04qRU9PVAddw71zO5u4TkhcGjQjfTPnjc4LNsEmMmITj6vzHhwfaROFnt6p1f+c9U8Q6rnI\n4iwc0MO2HxUzpU2MvQPz2eiybeIo0Sb6N9AX17OBk9a2b2UTpf68ZVA1z2WjbIJNrLNN5AeeilxC\nNtE5fDvvSS4G9iwnA69iqtzKJsbegflsNJ3nJgZtoNh7GJ50zHE7m2ieB68W+rnqTV/mslE2wSbW\nO5s4nv9sm5E2UYkPErcUfZwg4Na8mXzsMDzMzdgmxt6BOW00szZxMfBBC7ezietRN9mrzHejbIJN\nrPmg02F13gnFSJs4jkv4wchbb7Z6tv3Bsw5vZRNj78CcNppZmygPtO3b2cSomqtuz3ejbIJNrP0p\n7HknFKNsYrPnfHNplIBP4hs+mLVNjL0Dc9po1m1if9Y2cTP+MzDmslE2wSZMiN2db0IxyiZ2eu7q\ndDrmbZjbG76YtU2MvQNz2mhmbaI40bmJQSdr+tc9H3/O8Fw2yibYBJuIXkFVWrhNnPXOv98d92aA\n2xOdm9gdNKGob92xd2BOG82sTVwOjHSSTZwMOCXTv+4E55TnslE2wSbYxJwTiuE2Ueq//c2TcU/p\nXgy0tgSb2B50dW3/umPvwHw2mlmb2AgHTPrdLCfYxFZy9Dae9K3b2u7NGHU3l42yCTbBJuacUAyz\niXwxYVrJ5bjjM5eDlH6WcHld69qvau/KD/rXvRx/gGguG82qTbSP0HvO/nYvd4zfKyMpSO0rJuPr\ntkbsrkdfgjiXjbIJNsEm5pxQDLaJ7fZlG9XDpJPqe+P2dD1nf/dvkq7C7lyyPca6Y+/AfDaaWZvo\nTIeI3Pxpvzzgnk6dI5O9/gbRu+5l+3bzfU0z//jocu4bZRNsgk3MN6FItonDrZsBvUd3gKbaf4ns\nbqUY6dc2W9ZWPe0Xf59NtGdU3XQ96XF1wLrj7sB8NrpQmxh5W6dJbKJ73B4eVx7XHmDUfupUYqCL\nnZWLO2eVo9aVDBc7CetudlpLee+0UEsADgunlZNqwrymuWyUTbAJNjHXhKIwYn762eBT0HWtXxVq\nPfBGofB456J/fKor9JudyunV1pN4txQfetjvFO/6+KpUOW97Yjlh3XF3YD4bXbpNRHd8IpvIbV8n\nPZViwOMeSomPeqgkrrs/8Hq48wVslE2wCTbRn1BcLsQmygPzlsrA78TnpjzuX+HmwYDb8nQHyWOP\neign3sJn3B2Yy0YXwdArOTantYnuaeToU5cGPjzu8KLvQXetMxwJl8MUiv0HGUcJRxlz2SibYBNs\noi+hKM/s1N554tHaztmIcZb8Zf+hXnmn/04Q27Ht31wOmOnUOsl60/egu1Z3dzj1Dsxno9mmlihd\nnhU6FyUMfsZovUoKhbPHhbGfuFG7vcnjq0JhRJXNZaNsgk2wibklFLdgsybgSqlQGGFau7VR5UK3\nVxh6k8/t2t3dTgsz3oG5bHRlGGoTawubYBNZtYm5JBSLZmH3ggabYBNsYv1sInUJBZtgE2yCTbCJ\ndNlE9hMKNsEm2ASbYBPztInMJxRsgk2wCTbBJuZrE7ntmywnFGyCTbAJNsEm5mwTnRt8ZzKhYBMp\nI19/TN+uemATbGK1bCLTCcV2vVva0BOBTbAJNjFHm8h2QgGwCTbBJuZuExk/QwGwCTbBJuZsExIK\ngE2wCTYhoQDYBJtgExIKgE2wCTYxH5uQUABsgk2wCQkFwCbYBJuQUABsgk2wCQkFwCbYBJtYvE1I\nKAA2wSbYhIQCYBNsgk1Mz+a1hAJgE2yCTQyhIqEA2ASbYBMSCoBNsAk2IaEA2ASbYBMSCoBNsAk2\nsWCbkFAAbIJNsIlxE4rrTXIH2ASbYBNDEooKvQNsgk2wCQkFwCbYBJuQUABsgk2wCQkFwCbYBJuQ\nUABsgk2wieXbxPCEIs87ADbBJtbcJoYkFGe1G48f6gsANsEm1twmchvlhIRi96KxZE9fALAJNrHu\nNpHLXfYkFPm99vuqvgBgE2yCTcQTirPOU+5qnOoMADbBJthENKGIc6wzANgEm2ATsYQijnvIAmyC\nTbCJBgeJNuEWsgCbYBNsojOzqZ9zvQHAJtjEuttEd2ZTAru6A4BNsIm1tonYzKZ+tnQHAJtgE+tr\nEwMHmzqUdQcAm2AT62oT+cpNOBI37ADYBJtY50GnjVFW4YYdAJtgE+s+02moVbhhB8Am2IQJscOs\nwg07AD0km2ATQ6zCDTsAPSSbYBPDrMINOwA9JJtgE0Oswg07AD0km2ATQ6zCDTsAPSSbYBPDrMIN\nOwA2wSbYxBCrcMMOgE2wCTYBgE2wCTYBgE2wCTYBgE2wCTYBgE2wCTYBgE2wCTbBJgA2wSbYBJsA\nVs0mvl5g5/BqkMY9SMEuvBbcW2Qn/TCdcQCQRj4Lni+ub7gX/JLGPVi3SqjtwjepjAOANPJ98O/F\ndQ7vBl+kcQ9SsAtvBX9eoE38GHySyjgASCN3fgq+W+BYx9007kEaduGX4J8L24OvX0lpHACkkk+D\nR4sak/5L8FU69yAFu/B+8H8XdnYivXEAkEreD15ZyFHk1y8P6huWvwfpqIR3FnNa4FHwX6mNA4BU\n8saL4Hfz7xv+HPz0eXr3IAW7cOdp8PcFHM3/MfjpborjACCd/OmvwV/mehz59UfBoEPYtOxBCnbh\n/Z+Cl+d7huLe79IfBwApzSi+CILffpxPz/D8P0Hw4vP070EKduHOP4Lg0f+ZU05x/y9B8OXdDMQB\nQFp5/cugwaNgRjx82PjzzQ9vZGYPUrALf2vtwW+z2oPgt1cbf158dSc7cZgtd1//4ZPPfplVaX76\n7LMf3npfhwEAK5Enf//fQfDqx//+1/OZDaa9/fz5e7/WLfQTs3oBINPc+TYI/vP7eZ1nefvnIHj6\nhloGgKyaxNPg0e/nOiXg2dt/CX75UE0DQBb5KnhlzibRMIrfgm/VNQBkjzeDjxZzSfkfg8/UNgBk\nje8X5RLPnn3gPoYAkDU+Dx4u7n63/wn+psYBIFN8G/y4OJt4x7ATAGSML4N3FmcTz4LX1DgAZApP\n9gYAsAkAAJsAALAJAACbAACwCQAAm2ATAMAm2AQAsAk2AQBsgk0AANgEAIBNAADYBACATQAA2AQA\ngE2wCQBgE2wCANgEmwAANsEmAIBNsAkAAJsAALAJAACbAACwCQAAmwAAsAk2AQBsgk0AAJtgEwDA\nJtgEAIBNAADYBACATQAA2AQAgE0AANgEAIBNsAkAYBNsAgDYBJsAADbBJgAAbAIAwCYAAGwCAMAm\nAABsAgDAJtgEALAJNgEAbIJNAACbYBMAADYBAGATAAA2AQBgEwAANgEAYBMAADbBJgCATbAJAGAT\nbAIA2ASbAACwCQAAmwAAsAkAAJsAALAJAACbYBMAwCbYBACwCTYBAGyCTQAA2AQAgE0AANgEAIBN\nAADYBACATQAA2ASbAAA2wSYAgE2wCQBgE2wCAMAmAABsAgDAJgAAbAIAwCYAAGyCTQAAm2ATAMAm\n2AQAsAk2AQBgEwAANgEAYBMAADYBAGATAAA2AQBgE2wCANgEmwAANsEmAIBNsAkAAJsAALAJAACb\nAACwCQAAmwAAsAk2AQBsgk0AAJtgEwDAJtgEALAJNgEAYBMAADYBAGATAAA2AQBgEwAANsEmAIBN\nsAkAYBNsAgDYBJsAALAJAACbAACwCQAAmwAAsAkAAJsAALAJNgEAbIJNAACbYBMAwCbYBACATQAA\n2AQAgE0AANgEAIBNAADYBJsAADbBJgCATbAJAGATbAIAwCYAAGwCAMAmAABsAgDAJgAAbAIAwCbY\nBACwCTYBAGyCTQAAm2ATAAA2AQBgEwAANgEAYBMAgGXbxNcLtIlX2QQAZIvPgueLc4l7wS9qHAAy\nxffBvxdnE+8GX6hxAMgUd34KvluYTTwM7qpxAMgWnwaPFnV24i/BV+obALLG+8ErC8knvn6ZSwBA\nFnnjRfC7+bvEn4OfPlfXAJBJ/vTX4C9zzSi+/igI/ks9A0B2M4ovguC3H+fjEc//EwQvZBIAkHVe\n/zJo8CiYEQ8fNv5888MbKncC/j/NTDKNxmc3QQAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import Image\n",
    "url = 'https://netmatze.files.wordpress.com/2014/08/queue.png'\n",
    "Image(url)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Note how we have two terms here, **Enqueue** and **Dequeue**. The enqueue term describes when we add a new item to the rear of the queue. The dequeue term describes removing the front item from the queue.\n",
    "\n",
    "Let's take a look at how pop and push methods would work with a Queue (versus that of a Stack):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": "/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEP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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url2 = 'http://www.csit.parkland.edu/~mbrandyberry/CS2Java/Lessons/Stack_Queue/images/QueuePushPop.jpg'\n",
    "Image(url2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Conclusion\n",
    "\n",
    "You should now have a basic understanding of Queues and the FIFO principal for them. In the next lecture we will implement our own Queue class!"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 2",
   "language": "python",
   "name": "python2"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.10"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}
